oliver knill
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@sonukg4india 8118
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@gabrielpeyre both logarithmic energy of a measure and entropy of a measure are quite tough cookies to deal with. For general measures, both do not exist. That a sequence of discrete point measures converges to a measure where both functionals make sense is quite something. What makes it work?
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honoring the flag t.co/10pGwkeaFG
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A wonderful November night in Cambridge: Harvard at Night t.co/BsJtuohl72 via @YouTube t.co/n2drPmauUn
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Beautiful November Morning t.co/XuGUIlYyMf via @YouTube
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Ouch t.co/UKmGxiLs28
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Happy halloween! Was abducted by an alien in a calculus class. t.co/op14vxPh0t
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Fall foliage in Arlington Watched in my first avata flight. t.co/bJHUS5xkx6 via @YouTube
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"Sometimes you eat the bar, sometimes the bar eats you." Stochastic processes with unbounded variance still have a CLT. The Gaussian distribution is replaced then by the Cauchy distribution, also known as the Hannibal Lecter of all distributions. t.co/RrjNRNNkpx t.co/bM4tJx0Ys3
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@JohnDCook I never realized that but it is true. Mathematica: S1 = ParametricPlot[{152.1 Cos[t], 147.10 Sin[t]}, {t, 0, 2 Pi}]; S2 = ParametricPlot[{150 Cos[t], 150 Sin[t]}, {t, 0, 2 Pi}]; Show[{S1, S2}] Amazing how textbook pictures can mislead. (Of course here in a benign way).
